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10%,10.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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20%,20.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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23%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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26%,26.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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27%,27.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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27.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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28.666666666667%,28.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
29%,29.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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29.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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34%,34.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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42%,42.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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42.666666666667%,42.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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43.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
44%,44.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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58%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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60%,60.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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61%,61.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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